Then, to find the percentage of apples in the basket, we first find the ratio of apples to the total number of fruits. When three quantities are given, let's say if the ratio of the number of apples to oranges to melons in a fruit basket is 3:2:4.
1 3 as a percent how to#
How to Convert Ratio to Percent with Three Numbers? Therefore, the 3 to 1 ratio is equivalent to 300%. What Percentage is a 3 to 1 Ratio?Ī 3 to 1 ratio can be written as 3:1. This formula helps us to convert any ratio to percent form easily. The ratio to percent formula is Percentage = Ratio × 100%. Simplify the expression and attach a percent sign with the answer.The steps to convert ratio to percent are given below: What are the Steps to Convert Ratio to Percent? Write the fraction obtained in the ratio form.Remove the percent sign and divide the given number by 100.To convert a percent to ratio, follow the steps given below: Simplify it and attach the percent symbol. Write the ratio (a:b) in the fractional form (a/b) and multiply it by 100.If not, then use the method explained below. This method is suitable for ratios in which the consequent is a factor of 100. After that, the antecedent will be the required percentage. Multiply the antecedent and consequent of the given ratio by a number such that the consequent will become 100.To convert a ratio to percent form, there are two ways which are explained below: Step 4: Simplify and write the answer with the percent symbol (%).įAQs on Ratio to Percent How to Convert Ratio to Percent?.Step 2: Express the ratio a:b in the form of a fraction a/b.To conclude, the steps to convert a ratio to a percent are given below: Look at one more example of converting 1:4 to percent in the image below. The percent of oranges in the basket is % = 61.54%. In the same way, the ratio of oranges to fruits is 8:13.
So, the ratio of apples to fruits is 5:13. The total number of fruits in the basket is 5 + 8, which is 13 fruits. For example, if it is given that the ratio of apples to oranges in a basket is 5:8 and we have to find the percentage of apples in the basket, then we need to first find the ratio of apples to fruits in the basket. And then we can apply that ratio in the above 'ratio to percent formula' to get the value of percentage. To convert the ratio to percent form, we need to first identify the ratio. The same ratio, if represented as 5:2, is an example of a whole-to-part relationship. This is an example of a part to whole ratio. Taking the same example, if we represent the ratio of the number of boys and the total number of students, the ratio would be 2:5 (as whole = total number of parts = 2 + 3= 5). Another example could be the ratio of the number of boys and girls in the class - 2:3.
An example of this relationship is given at the beginning of this article (the ratio of sugar and salt in a solution is 3:1). Part to part ratios compares the quantity of two parts with each other.
There are three ways to express ratios, which are part to part ratios, part to whole ratios, and whole to part ratios. A ratio is a relation or a comparison between two quantities of the same kind and of the same unit. Before learning about the conversion of ratio to percent, let us briefly discuss the meaning of ratios and percents first.
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